To determine if 3000 and 30616 are relatively prime, we need to check if their greatest common divisor (GCD) is 1. The prime factorization of 3000 is (2^3 \times 3 \times 5^3), while the prime factorization of 30616 is (2^2 \times 7 \times 1093). Since both numbers share a common factor of 2, their GCD is greater than 1, meaning 3000 and 30616 are not relatively prime.
No, they are not relatively prime.
It can be. 26 is relatively prime to 27. 26 is not relatively prime to 34.
25 is relatively prime with 36. 25 is not relatively prime with 35.
they are not relatively prime
No, they are not relatively prime.
No.
No, they are not relatively prime.
It can be. 34 is relatively prime to 35. 34 is not relatively prime to 40.
It can be. 26 is relatively prime to 27. 26 is not relatively prime to 34.
25 is relatively prime with 36. 25 is not relatively prime with 35.
No, they are not relatively prime.
they are not relatively prime
No, they are not relatively prime.
No, they are not relatively prime.
No, they are not relatively prime.
No, they are not relatively prime.
No, they are not relatively prime.